If vector A and vector B are irrotational vectors (i.e., curl A = 0 and curl B = 0), then their cross product vector A × vector B is always:

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Physics · Vector Calculus

If vector A and vector B are irrotational vectors (i.e., curl A = 0 and curl B = 0), then their cross product vector A × vector B is always:

Verified Solution4 OptionsUpdated: October 2026👁️1 View

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Correct answer

solenoidal only

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Answer 1

neither irrotational nor solenoidal

Answer 2

solenoidal only

Answer 3

both irrotational and solenoidal

Answer 4

irrotational only

If vector A and vector B are irrotational vectors (i.e., curl A = 0 and curl B = 0), then their cross product vector A × vector B is always:

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If vector A and vector B are irrotational vectors (i.e., curl A = 0 and curl B = 0), then their cross product vector A × vector B is always:

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